Download - Laporan Hasil Praktikum 3
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7/23/2019 Laporan Hasil Praktikum 3
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LAPORAN HASIL PRAKTIKUM
STATISTIKA PENDIDIDKAN
Oleh :
ADMIZAR
1210013231037
Dosen pem!m!n" :
D#s$ Kh%!#&'!n
Pen'!'!(%n Te(n!( In)o#m%*!(% '%n Komp&*e#
+%(&l*%s Ke"&%n '%n Ilm& Pen'!'!(%n
Un!,e#s!*%s -&n" H%**%
P%'%n"
201.
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-A- I
Pen'%h&l&%n
SPSS %'%l%h se&%h p%(e* s*%*!s*!( /%n" '!"&n%(%n &*&( men"ol%h !lm& !lm&
sos!%l *e#m%s&( '!'%l%mn/% se%"!%n '%#! !lm& !lm& pe#en%n%%n '%n Pen'!'!(%n4
P%'% p#!ns!pn/% s*%*!s*!( !s% '!%#*!(%n se%"%! se&%h (e"!%*%n &n*&( :
1$ Men"&mp&l(%n '%*%
2$ Me#!n"(%s %*%& men/%5!(%n '%*%
3$ Men"%n%l!s!s '%*% 'en"%n me*o'e *e#*en*&
6$ Men"!n*e#p#e*%s!(%n h%s!l %n%l!s!s *e#se&*
S*%*!s*!( 5&"% '!p%(%! &n*&( mel%(&(%n e#%"%! (e"!%*%n %n%l!s!s *e#h%'%p '%*%sepe#*! mem&%* "#%)!( men%mp!l(%n '%*% '%l%m en*&( *%el mel%(&(%n pe#%m%l%n
)o#e%s*!n"4 '%n mel%(&(%n e#%"%! &5! h!po*es!s$
Dalam kaitanya dengan pengolahan data, ilmu statistik dapat dibagi dalam 2 bagian
(metode):
1$ S*%*!s*!( 'es(#!p*!)
Me5el%s(%n %*%& me""%m%#(%n e#%"%! (h%#%(*e#!s*!( '%*% sepe#*! e#%p% #%*%
#%*%n/% see#%p% 5%&h #%*% #%*%n/% '%n e#%p% me'!%n '%* '%n se%"%!n/%$
2$ S*%*!s*!( !n'&(*!) !n)e#ens!4
S*%*!s*!( !n)e#ens! e#&s%h% mem&%* !n)e#ens! *e#h%'%p se(&mp&l%n '%*% /%n" e#%s%l'%#! s&%*& s%mpel
T!n'%(%n !n)e#ens! *e#se&* sepe#*! mel%(&(%n pe#(!#%%n es%#%n pop&l%s! &5! h!po*es!s
pe#%m%l%n '%n se%"%!n/%$
D%l%m p#%(*e(n/% (e'&% me*o'e *e#se&* '!p%(%! e#s%m% s%m% !%s%/% '!m&l%!
'en"%n s*%*!s*!( 'es(#!p*!) &n*&( men"&mp&l(%n '%*% l%l& '!l%(&(%n 'en"%n e#%"%!
%n%l!s!s s*%*!s*!( !n)e#ens! &n*&( men"%n%l!s!s '%*% (em&'!%n men"!n*e#p#e*%s!(%n h%s!l
%n%l!s!s *e#se&*$
Elemen S*%*!s*!(
1$ Pop&l%s!P&p&l%s! %'%l%h se(&mp&l%n '%*% /%n" men"!'en*!)!(%s! s&%*& )enomen%
8on*oh : 5&ml%h pen'&'&( '!s&%*& '%e#%h$
2$ S%mpel
S%mpel %'%l%h se(&mp&l%n '%*% /%" '!%m!l 9'!sele(s! '%#! s&%*& pop&l%s!$ %'! p%'%
'%s%#n/% s%mpel %'%l%h %"!%n '%#! pop&l%s! %*%& pop&l%s! !s% '!%"! '%l%m e#%"%! 5en!s
s%mpel$
Pen"%m!l%n s%mpel '!l%(&(%n (%#en% '%l%m p#%(*e( %n/%( (en'%l% /%n" *!'%(
mem&"(!n(%n sel&h pop&l%s! '!*el!*!$ Ken'%l% *e#se&* sepe#*! s!*&%s! ;%(*& *en%"% '%n
!%/%$8on*oh< ee#%p% o#%n" pen'&'&( '%#! s&%*& ;!l%/%h$
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3$ =%#!%le
D%l%m mel%(&(%n %n%l!s!s *e#h%'%p pop&l%s! *!'%( sem&% !#! !#! pop&l%s! h%#&s '!(e*%h&!
h%n/% s%*& %*%& ee#%p% (h%#%(*e#!s*!( pop&l%s! /%n" pe#l& '!(e*%h&!$
-A- II
In*e#p#es*%s!
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A$ M%s&((%n '%*%$
1$ Se*el%h spss *e#&(% (l!( ,%#!%el ,!e;$
2$ Kem&'!%n !s!(%n !s!(%n '%*% sepe#*! "%m%# '! %;%h !n!$
3$ Kem&'!%n '%#! ,%#!%el ,!e; p!n'%h (e '%*% ,!e; 'en"%n men"!s!(%n '%*% sepe#*!
p%'% "%m%# '!%;%h$
6$ Se*el%h '%*% '!!s! (l!( %n%l!s!s (em&'!% p!l!h 8ompo#e me%ns se*el%h !*& p!l!h
p%!#e' s%mple TTes*$ Kem&'!%n (l!( OK$
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Paired Samples Statistics
Me%n N S*'$ De,!%*!on
S*'$ E##o#
Me%n
P%!#
1
Seel&
m1027.0000 10 67>1>0?>2
1.0.7.2?
> Ses&'%h
102..0000 10 6>327>07>16>.007.
?
Paired Samples Correlations
N
8o##el%*!o
n S!"$
P%!#
1
Seel&m @
Ses&'%h10 >2 000
-%"!%n (e'&% o&*p&* %'%l%h h%s!l (o#eI%s! %n*%#% (e'&% ,%#!%el /%!*& sees%# 0>2
'en"%n n!l%! p#o%!l!*%s '! %*%s 00. l!h%* '%#! s!"n!)!(%ns! o&*p&* %'%l%h 0004$ H%l !n!
men/%*%(%n %h;% (o#el%s! %n*%#% #%*%#%*% seel&m '%n ses&'%h '!l%(s%n%(%n %'%I%h
s!"n!)!(%n %*%& e#e'% se%#% n/%*%$
Paired Samples Test
P%!#e' D!))e#enes * ') S!"$ 2
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*%!le'4
Me%n
S*'$
De,!%*!on
S*'$ E##o#
Me%n
.B 8on)!'ene
In*e#,%l o) *he
D!))e#ene
Me%
n
S*'$
De,!%*
!on
S*'$ E##o#
Me%n
Lo;e# Uppe# Lo;e# Uppe# Lo;e# Uppe# Lo;e# Uppe#
P%!#
1
Seel&m
Ses&'%h200000
0
12?3322
>
610.>?7
1
0?770
.
6?770
.06 >2
T!n"(%* s!"n!)!(%ns! %4 %'%l%h .B I!h%* !np&* '%*% p%'% %"!%n op*!on /%n" mem!ll!h
*!n"(%* (epe#%/%%n sees%# .B$
D) %*%& 'e#%5%* (ee%s%n %'%l%h n 5&ml%h '%*%IC %*%& I 0 I
U5! '!l%(&(%n '&% s!s! (%#en% %(%n '!(e*%h&! %p%(%h #%*%#%*% (on'!s! (%;%s%n (&m&h
seel&m s%#n% 'en"%n ses&'%h '!l%(s%n%(%n (%#en% !*& '!p%(%! &5! '&% s!s!$ D%#! *%eI *
'!'%p%* %n"(% 22>22$
-$ M%s&((%n '%*%$
1$ Inp&* '%*% sepe#! p%'% "%m%# '!%;%h$
2$ P%'% 5en'el% ,%l&es !s!(%n %n"(% 1 p%'% ,%l&e '%n KELOMPOK A p%'% l%el
(em&'!%n (l!( OK se*el%h !s!(%n l%"! %n"(% 2 p%'% ,%l&e '%n KELOMPOK -
p%'% l%el (em&'!%n (l!( OK$
3$ Se*el%h !*& p%'% '%*% ,!e; !np&*(%n '%*% sepe#*! p%'% "%m%# '!%;%h$
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6$ Se*el%h '%*% *e#!s! (l!( %n%l!s!s '%n p!l!h 8omp%#e Me%ns (em&'!%n p!l!h
In'epen'en* S!mple TTes*$
.$ P%'% 5en'el% In'epen'en* p!n'%h(%n n!l%!sem&% (e (o*%( *es* ,%#!%le '%n
(elompo( p%'% F#o&p!n" =%#!%le p%'% 'e)!ne !s!(%n "#o&p 11 '%n "#o&p 22
(em&'!%n (l!( 8on*!n&ne '%n OK$
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D%#! '%*% '! %*%s m%(% H% '!*ol%( (%#en% S!"$2)%!le'4 007>92003? m%(% h%s!l le!h (e!l
'%#! 0.$
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-A- III
H%s!l Pen"%m%*%n
1$ H!po*es!s
H!po*es!s &n*&( (%s&s !n! %'%l%h :
Ho : D0
Ke'&% #%*%#%*% !'en*!( #%*%#%*% seel&m '%n ses&'%h '!%'%(%n p#o"#%m KIP %'%l%h
s%m% %*%& *!'%( e#e'% se%#% n/%*%C$
HI : DG 0
Ke'&% #%*%#%*% *!'%( !'e%*!( #%*%#%*% seel&m '%n ses&'%h '!%'%(%n p#o"#%m KIP
%'%l%h e#e'%4 %*%& e#e'% se%#% n/%*%$
2$ Pen"%m!l%n (ep&*&s%nD%s%# pen"%m!l%n (ep&*&s%n :
%$ -e#'%s%#(%n pe#%n'!n"%n * h!*&n" 'en"%n * *%el
!(% * h!*&n" * *%eI m%(% Ho '!*ol%(
!(% * h!*&n" * *%eI m%(% Ho '!*e#!m%
$ Un*&( men%#! * *%el :
T!n"(%* s!"n!)!(%ns! %4 %'%l%h .B I!h%* !np&* '%*% p%'% %"!%n op*!on /%n"
mem!ll!h *!n"(%* (epe#%/%%n sees%# .B$ D) %*%& 'e#%5%* (ee%s%n %'%l%h n 5&ml%h '%*%IC %*%& I 0 I
U5! '!l%(&(%n '&% s!s! (%#en% %(%n '!(e*%h&! %p%(%h #%*%#%*% (on'!s! seel&m
'%n ses&'%h '!l%(s%n%(%n (%#en% !*& '!p%(%! &5! '&% s!s!$
Hipotesi:
Ha:BA
=
( kedua sampel mempunyai rata-rata yang sama )
Hb :BA
>
( Hasil belajar strategi A lebih baik dari hasil belajar
strtegi B)
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-A- I=
Kes!mp&l%n
D%l%m l%po#%n !n! /%n" me#&p%(%n *&"%s s*%*!(% pen'!'!(%n '!m%n% '%l%m pen%#!%n '%*%
%pl!(%s! /%n" '!"&n%(%n %'%l%h spss 1.$ (em&'!%n '%*% /%n" '!%#! /%!*& p%!#e' s%mple **es '%n
!n'epen'en* **es$ seh!n""% men"h%s!l(%n o&*p&* p%'% "%m%# p%'% % 2 '%n h%s!l pen"%m%*%n p%'%
% 3 '!m%n% p%'% (e'&% s%mpel memp&n/%! #%*%#%*% /%n" s%m%$ Kem&'!%n p%'% !n'epen'e* H%
'!*ol%( (%#en% s!"2)%!le'4 '!%"! 2 h%s!ln/% le!h (e!l '!%n'!n" 'en"%n 0.$